Applied Mathematics and Nonlinear Sciences
Journal license

Journal

Applied Mathematics and Nonlinear Sciences


Volume
& Issue

Volume 10, Issue 1


Published
on

March 19, 2025


Pages


DOI

Article

Application of stochastic process modeling in the prediction of emergency response time for public emergencies

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Authors

Runhan Zhang Affiliation:
Justice Department, Shaanxi Police College, Xi’an, Shaanxi, 710000, China.


Abstract

The stochastic process model, as a powerful mathematical tool, can simulate and predict stochastic phenomena over time. The study adopts the Markov process prediction model in a stochastic process and incorporates the gray prediction model to construct a gray Markov model to predict the emergency response time for public emergencies. The performance of the model’s prediction is evaluated by comparing its accuracy to current mainstream prediction methods. The model is used to predict the emergency response time by simulating the water pollution accident in the Huaihe River section in Anhui Province. The model predicted that the response time of each water plant pollution accident during the dry and abundant water periods was less than the time when the pollutants reached the highest concentration, indicating that the emergency response time of public emergencies predicted based on the improved Markov process model was more adequate.


Keywords

Stochastic process, Markov process, Gray prediction model, Emergency response time, 03C65


Citation

Zhang, R. (2025). Application of stochastic process modeling in the prediction of emergency response time for public emergencies. Applied Mathematics and Nonlinear Sciences, 10(1). https://doi.org/10.2478/amns-2025-0382

Published by: Engineering Journals

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